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Given a function f(t) = țª¹ − 43ť² + 18 t + 360, which of the following functions g(t) satisfies the property that L(&(t – a) f(t)) = L(&(t − a)g(t)) where a = 6? Select one: Og(t) = t³ - 6.0t² - 7.0t + 60.0 7.0 e-3.0t + 1.0 O g(t)= t²2.0t + 192.0 Og(t)=t-5.0 O g(t) =

Given a function f(t) = țª¹ − 43ť² + 18 t + 360, which of the following functions g(t) satisfies the property that L(&(t – a) f(t)) = L(&(t − a)g(t)) where a = 6? Select one: Og(t) = t³ - 6.0t² - 7.0t + 60.0 7.0 e-3.0t + 1.0 O g(t)= t²2.0t + 192.0 Og(t)=t-5.0 O g(t) =

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Given a function f(t) = t¹ − 43ť² + 18 t + 360, which of the following functions g(t) satisfies the property that L(&(t – a)f(t)) = L($(t − a)g(t)) where a = 6? Select one: O g(t) g(t) O g(t) Og(t) = t -5.0 t³6.0t27.0t + 60.0 7.0 e-3.0t + 1.0 t²2.0t+192.0
Transcribed Image Text:Given a function f(t) = t¹ − 43ť² + 18 t + 360, which of the following functions g(t) satisfies the property that L(&(t – a)f(t)) = L($(t − a)g(t)) where a = 6? Select one: O g(t) g(t) O g(t) Og(t) = t -5.0 t³6.0t27.0t + 60.0 7.0 e-3.0t + 1.0 t²2.0t+192.0
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